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Solving semi-algebraic systems with the RegularChains library in MAPLE

机译:用枫树的正节化图书馆求解半代数系统

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@@ It is well known that multivariate nonlinear polynomial systems are genuinely harder to solve than linear systems. This is intrinsic, as the solutions display features that do not manifest themselves in the linear case. For instance, the solution set of a nonlinear polynomial system may consist of components of different dimensions.
机译:@@众所周知,多变量非线性多项式系统真正难以解决而不是线性系统。这是内在的,因为解决方案显示在线性情况下不表现出来的功能。例如,非线性多项式系统的溶液组可以由不同尺寸的组件组成。

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